Convergence Rates of Approximate Least Squares Solutions of Linear Integral and Operator Equations of the First Kind.
Technical summary rept.,
WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
Pagination or Media Count:
The authors consider approximations x sub n obtained by moment discretization to i the minimal L sub 2-norm solution of Kx y where K is a Hilbert-Schmidt integral operator on L sub 2, and to ii the least squares solution of minimal L sub 2-norm of the same equation when y is not in the range RK of K. Modified author abstract
- Statistics and Probability